Analyzing the Trajectory of a Flying Disc: Factors and Possibilities

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Determining a flying disc's trajectory involves complex factors such as dimensions, rotation, initial velocity, and angle of attack. The problem is three-dimensional, with pressure variations affecting the disc's curved path in the xy-plane and enhancing lift in the z-direction. While analytical solutions may be challenging, simplifications can be made by assuming constant height and using Bernoulli's principle to analyze pressure differences. The discussion highlights the intricacies of modeling a flying disc's flight path, emphasizing that it is not a trivial problem. Understanding these dynamics is crucial for accurate trajectory predictions.
Gonzolo
Hi,

I'm wondering how difficult it would be to exactly determines a flying disc's trajectory given it's dimensions, rotation, initial velocity and angle of attack.

Can this be done analytically?

What if the lateral angle is also varied? (freesbie not parallel to ground as viewed by person who throws)

Thanks.
 
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I'm not sure it can be solved analytically. The problem is clearly tridimensional. Pressure variations in trasnversal direction due to the rotation will make the freesbie taking a curved path in a plane xy.

Also, pressure variations in z direction will enhance the lifting force of the freesbie. But in some way it can be simplified supposing the height doesn't vary. And you can simplify the transversal (x,y) movement working out the pressure differences between the inner part and the outer part of the freesbie using Bernoulli if the Reynolds Number is enough larger.

I think that's not a trivial problem at all.
 
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